In this article, we utilize the generalized exponential rational function method and obtain
exact solitary wave solutions in various forms of the strain wave equation. Abundant exact …

In this article, a strain wave equation (SWE) is studied, which is used to model wave
propagation in microstructured materials that earn a noteworthy place in solid-state physics …

The strain wave equation in micro-structured solids, which is significant in solid physics, is
offered for consideration in this work. This is accomplished using the modified exp-function …

In this paper, we use the modified exp− ψ θ-function method to observe some of the solitary
wave solutions for the microtubules (MTs). By treating the issues as nonlinear model partial …

This work is interested in studying nondissipative double dispersive microstrain wave in the
microstructured solids. Using a certain transformation, the basic equation is transformed into …

In this study, the strain wave equation in micro-structured solids which take an important
place in solid physics is presented for consideration. The generalized exponential rational …

Using the new generalized exp-function method, we were able to derive significant novel
closed form solutions to the nonlinear dispersive modified Benjamin–Bona–Mahony …

The Lie group method stands as a significant, powerful, and straightforward mathematical
tool for discovering precise invariant solutions and traveling wave solutions in prevalent …

In this paper, we show that the unified method is not only more general than the family of
tanh function methods, also it gives many more general solutions than the new members of …

In this article, we apply the exp (-Φ (ξ))-expansion method to construct many families of exact
solutions of nonlinear evolution equations (NLEEs) via the nonlinear diffusive predator–prey …